How Voting Is Like a Klein Bottle

quantamagazine.org ↗

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Mathematically speaking, democracy is next to impossible. That may sound like the premise of a Silicon Valley billionaire’s six-hour podcast, but it’s actually a statement about a remarkably stubborn problem: How do you translate a group of individual preferences into a single choice? In 1785, the French mathematician and philosopher Nicolas de Condorcet discovered that a majority can… Source

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